Give a resistance and a tolerance and get the bands to paint on it, in order, for a 4, 5 or 6-band code — the reverse of reading a resistor.
Bands, left to right
Brown · Black · Red · Gold
Reads back as
1 kΩ ±5%
Anywhere in this range
950 Ω – 1.05 kΩ
digits = resistance ÷ multiplier · multiplier = the decade that leaves a whole number
Going the other way is the harder direction, because not every number can be painted on a resistor. Four bands hold two significant digits and five hold three, so 4.7 kΩ is a four-band part while 4.75 kΩ needs five. Enter the value you want and this gives the bands in reading order, starting from the end opposite the tolerance.
digits = resistance ÷ multiplier · multiplier = the decade that leaves a whole number
The multiplier is chosen so the digits land in range: 10 to 99 for a four-band code, 100 to 999 for the longer ones. Values below ten ohms borrow the fractional multipliers, gold for a tenth and silver for a hundredth, which is why small resistors so often carry a gold third band.
A number that disagrees with its source is a defect, not a rounding preference.
What did you enter, what did the tool show, and what did you expect instead? If you have a source that disagrees with ours, a link to it is the most useful thing you can send.
Opens your mail app with the page and tool already filled in.
Read the bands on a resistor and get its value, its tolerance and the range the real part is allowed to fall in — for 4, 5 and 6-band codes.
Work out the series resistor an LED needs on a given supply, rounded up to a value you can actually buy, with the power it has to dissipate.